'3 objects' presentation slideshows

BETTER PHOTOS

955 views • 52 slides

2010 Mathematics Institute Patterns, Functions, and Algebra Grades 3-5

2010 Mathematics Institute Patterns, Functions, and Algebra Grades 3-5. Agenda. Introductions Big Topics Patterns Properties Lunch Equalities and Inequalities. Big Topics. Patterns Using Number Lines Properties Building Vocabulary Equations and Inequalities Keeping it Balanced.

651 views • 52 slides

The Case

711 views • 51 slides

UNIT NINE: Matter and Motion in the Universe

UNIT NINE: Matter and Motion in the Universe. Chapter 26 The Solar System Chapter 27 Stars Chapter 28 Exploring the Universe. Chapter Twenty-Six: The Solar System. 26.1 Motion and the Solar System 26.2 Motion and Astronomical Cycles 26.3 Objects in the Solar System.

463 views • 38 slides

Delirium: A Case of Hearing Voices

Delirium: A Case of Hearing Voices. Andy Jagoda, MD, FACEP Professor of Emergency Medicine Mount Sinai School of Medicine. Key Questions. What is the definition of delirium? What diagnostic tests are indicated in a patient with delirium?

561 views • 36 slides

Delirium In the ED

Delirium In the ED. Sheldon Jacobson MD, FACEP, FACP Chairman, Emergency Medicine Mount Sinai School of Medicine. Delirium. Case Presentation. Case presentation.

583 views • 32 slides

420 views • 28 slides

Case Study

A Case of Hearing Voices Andy Jagoda, MD Professor of Emergency Medicine Mount Sinai School of Medicine New York, New York. Case Study. CC: 31 year old woman presented with hearing voices telling her to hurt herself Meds: Azithromycin, ciprofloxacin, Tylenol #3 PMH: None

451 views • 27 slides

Case Study

A Case of Hearing Voices Andy Jagoda, MD Professor of Emergency Medicine Mount Sinai School of Medicine New York, New York. Case Study. CC: 31 year old woman presented with hearing voices telling her to hurt herself Meds: Azithromycin, ciprofloxacin, Tylenol #3 PMH: None

407 views • 27 slides

Binomial Coefficient

Binomial Coefficient. Supplementary Notes. Prepared by Raymond Wong. Presented by Raymond Wong. e.g.1 (Page 4). Prove that. S 1. S 2. S 3. S 4. S 0. {1}. {1, 2, 3}. {1, 2}. {1, 3}. {2}. {1, 2, 3, 4}. {1, 2, 4}. {1, 4}. {2, 3}. {}. {3}. {1, 3, 4}. {2, 4}. {3, 4}. {4}.

386 views • 25 slides

Permutations and Combinations

489 views • 23 slides

4-2 Factorials and Permutations

4-2 Factorials and Permutations. Imagine 3 animals running a race:. How many different finish orders could there be?. FINISH. D. H. S. H. D. H. D. S. S. 2 nd. 3 rd. Order. 1 st. S. DHS. D. H. DSH. S. HDS. H. HSD. D. D. SHD. S. H. SDH. THEREFORE:.

325 views • 16 slides

Learning Beans for Programming and Beyond

212 views • 15 slides

Surrealism- 1 and 2 Point Perspective

144 views • 13 slides

Linda Hayes Business Strategist, GAICD

Persons with a disability seeking participation in and support from the National Disability Insurance Scheme (NDIS) have to undergo a pathway involving access, planning and assessment decisions to be made by the National Disability Insurance Agency (NDIA).

126 views • 12 slides